设y=sin(3x^[2]+[5]x+1),求dy/dx.
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设y=sin(3x^[2]+[5]x+1),求dy/dx.设y=sin(3x^[2]+[5]x+1),求dy/dx.设y=sin(3x^[2]+[5]x+1),求dy/dx.dy/dx=(6x+5)*
设y=sin(3x^[2]+[5]x+1),求dy/dx.
设y=sin(3x^[2]+[5]x+1),求dy/dx.
设y=sin(3x^[2]+[5]x+1),求dy/dx.
dy/dx=(6x+5)*cos(3x^2+5x+1)
设y=sin(3x^[2]+[5]x+1),求dy/dx.
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